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A design methodology for a low power bang-bang all digital PLL based on digital loop filter programmable coefficients

机译:基于数字环路滤波器可编程系数的低功耗Bang-Bang-Bang-Bang-Bugl的设计方法

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The implementation of bang-bang all digital phase locked loop (BBADPLL) in frequency synthesizer has proven a reduction in the power and, area. This reduction results from eliminating the need for complex, power, and area hungry blocks, such as an analog to digital converter (ADC) or a time to digital converter (TDC). These blocks are typically used to convert the average analog output to digital bits for the digital controlled oscillator (DCO). However, the non-linearity of the BBADPLL makes the traditional Laplace transform used in modeling the PLL invalid. Hence, there are serious design challenges in managing the tradeoffs between tracking bandwidth, jitter, and lock time. In this paper, a new design methodology that adjusts the digital loop filter (DLF) coefficients according to the digital controlled oscillator (DCO) frequency step is presented. The DLF coefficients are used to control the closed loop dynamics of the PLL. Useful expressions that model the DLF are presented for the design and optimization of the programmable DLF coefficients.
机译:BANG-BANG的实施频率合成器中的所有数字锁相环(BBADPLL)已证明电源和区域的减少。这种降低导致消除了对复杂,电源和区域饥饿块的需求,例如模数转换器(ADC)或数字转换器(TDC)。这些块通常用于将平均模拟输出转换为数字控制振荡器(DCO)的数字位。然而,BBadpll的非线性使得传统的LAPLACE变换用于建模PLL无效。因此,在管理跟踪带宽,抖动和锁定时间之间的权衡方面存在严重的设计挑战。本文介绍了一种新的设计方法,其调整根据数字控制振荡器(DCO)频率步骤的数字环路滤波器(DLF)系数。 DLF系数用于控制PLL的闭环动态。提供了模型DLF的有用表达式,用于编程DLF系数的设计和优化。

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